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Ergodic problems and periodic homogenization for fully nonlinear equations with Neumann boundary conditions
November 28th, 2006 at 15:15 in HG G43 (HWZ)
Given by: Francesca Da Lio (Padova)
Abstract: In this talk we will present some recent results on periodic homogenization for second order PDEs in half-space type domains with Neumann boundary conditions. In particular we are interested in "singular problems" for which it is necessary to identify both the homogenized equations and boundary condition. The key step in our analysis is the study of associated ergodic problems in domains with similar structure.
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